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Comprehensive Digital Assessment - Form A

Comprehensive Digital Assessment (20 questions across 4 rounds) - Unit 2: Trigonometry and Plane Geometry

28 مشاهدة آخر تحديث: 18 أكتوبر 2026
Comprehensive Digital Assessment - Form A
Sec 1 - Mathematics Unit 2: Trigonometry and Plane Geometry

Comprehensive Digital Assessment - Form A

Comprehensive Digital Assessment (20 questions across 4 rounds) - Unit 2: Trigonometry and Plane Geometry

Milestone 1 of 4 Round 1: Launch Questions (1 - 5)
Question 1 of 20 1 Mark
The angle measuring 850° in standard position has its terminal side in quadrant:
Question 2 of 20 1 Mark
The radian measure of a central angle subtending an arc of 6π cm in a circle of radius 18 cm is:
Question 3 of 20 1 Mark
If terminal ray of angle θ passes through point (-3, -4), then csc θ is:
Question 4 of 20 1 Mark
sin (180° - θ) · csc θ simplifies to:
Question 5 of 20 1 Mark
If tan θ = 3/4 with θ in Quadrant III, then cos θ is:
Question 6 of 20 1 Mark
Two similar polygons have perimeters in ratio 3 : 5. If smaller area is 27 cm², larger area is:
Question 7 of 20 1 Mark
Sides of a triangle are 5, 7, 9 cm. If perimeter of similar triangle is 63 cm, its shortest side is:
Question 8 of 20 1 Mark
In right ΔABC at A with AD ⊥ BC, if AB = 6 cm and BC = 10 cm, BD equals:
Question 9 of 20 1 Mark
Point A is at distance 10 cm from circle center (radius r = 6 cm). Tangent length from A is:
Question 10 of 20 1 Mark
Chords AB and CD intersect at E inside circle. If EA = 2, EB = 9, EC = 3, then ED is:
Question 11 of 20 1 Mark
The value of tan 135° + cos 180° is:
Question 12 of 20 1 Mark
The radian measure of the supplementary angle to 60° is:
Question 13 of 20 1 Mark
In ΔABC with internal bisector AD, if AB = 8 cm, AC = 12 cm, BC = 10 cm, BD equals:
Question 14 of 20 1 Mark
If PM(A) = 0, point A lies:
Question 15 of 20 1 Mark
If x ∈ [0, π/2] and tan 2x = cot x, then x equals:
Question 16 of 20 1 Mark
A circle central angle of 45° subtends an arc of 3π cm. Circumference of circle is:
Question 17 of 20 1 Mark
If ΔABC ∼ ΔDEF with perimeters 20 and 30 cm, and DE = 9 cm, then AB is:
Question 18 of 20 1 Mark
sin² 15° + sin² 75° evaluates to:
Question 19 of 20 1 Mark
If point A is inside circle of radius 7 cm at distance 5 cm from center, PM(A) is:
Question 20 of 20 1 Mark
Two parallel lines cut transversals into segments 4 and 6 on one line, and x and 9 on the other. x is:

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